. Two men on either side of a 75 m high tower
observe the top of the tower with angles o
elevation of 30° and 60° respectively. The
distance between the two men is
A. 25,3 m B. 50.73 m
C. 75V 3 m D. 10013 m
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Answer:
75√3
Step-by-step explanation:
We know that tan(x°)=height/base
tan 30°=1/√3
1/√3=75/distance between one person to tower
distance between one person to tower=75√3m=129.9038105676657m
tan 60°=√3/1
√3/1=75/distance between another person to tower
distance between another person to tower=75/√3m=43.30127018922193m
distance between one person to another person=43.30127018922193m+129.9038105676657m=173.2050807568877m approx 173.2051m
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